Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
Equation of propagation of magnetic vector, H, Equation of propagation of electric vector, E
Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
From the equations (13) and (14), it is clear that the phases of electric and magnetic fields are same (ie., ωt - kx).
Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
If the plane polarized waves is propagating along x-axis having electric vector along the y-axis, we have
Electromagnetic Waves
Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
Comparing above equations (19) and (20) with the following general wave equation propagating in x-axis
Maxwell's equations | Electromagnetic Waves
Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
Plane Electromagnetic Wave Equation in Vacuum Maxwell's equations in general form are
Integral form, Statement, Characteristics
Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
Faraday laid the foundation of electromagnetism. He suggested the possibility of the propagation of electromagnetic waves through space.
Introduction
Subject and UNIT: Engineering Physics: Unit II: Electromagnetic Waves
The phenomenon of Faraday's electromagnetic induction concludes that a changing magnetic field at a point with time produces an electric field at that point.
Mechanics | Engineering Physics
Subject and UNIT: Engineering Physics: Unit I: Mechanics
Problems for Practice: Chapter 1: Engineering Physics: Mechanics
Mechanics | Engineering Physics
Subject and UNIT: Engineering Physics: Unit I: Mechanics
'16' Marks Questions: Chapter 1: Engineering Physics: Mechanics
Mechanics | Engineering Physics
Subject and UNIT: Engineering Physics: Unit I: Mechanics
‘2’ Marks Questions with Answers: Chapter 1: Engineering Physics: Mechanics
Engineering Physics
Subject and UNIT: Engineering Physics: Unit I: Mechanics
SOLVED PROBLEMS of Mechanics: Chapter 1: Engineering Physics
Subject and UNIT: Engineering Physics: Unit I: Mechanics
Vibration phenomena is well understood by using linear vibrations theory include small amplitude vibrations.